Boros Integral Associated with Generalized Galué Type Struve and K-Struve Functions

Abstract

The aim of this paper is to investigate Boros integral with three parameters, involving generalized Galué- type Struve function and k-Struve function. The outcomes of results are expressed in terms of the generalized Wright hypergeometric function. Several interesting corollaries of various Struve functions and generalized functions are deduced as special cases. The applications of the obtained results are useful in applied mathematical sciences.